[(1y)tan x+tan2x+tan3x=],[(y)sin3x+cos2x=0],[(pi,0)]

If y=tan x tan2x tan3x,(sin12x!=0) then (dy)/(dx) has the value equal to

If tan x+tan2x+tan3x=tan x tan2x tan3x then value of |sin3x+cos3x| is

Solve tan x+tan2x+tan3x=tan x tan2x tan3x,x in[0,pi]

If the sum of all values of x satisfying the system of equations tan x+tan y+tan x tan y=5 and sin(x+y)=4cos x cos y is (k pi)/(3) where x in(0,(pi)/(2)) then value of k is

Solve tan x+tan 2x+tan 3x = tan x tan 2x tan 3x, x in [0, pi] .

Solve tan x+tan 2x+tan 3x = tan x tan 2x tan 3x, x in [0, pi] .

Solve tanx+tan2x+tan3x=tanxtan2xtan3x ,x in [0,pi]

Solve tanx+tan2x+tan3x=tanxtan2xtan3x ,x in [0,pi]

Solve tanx+tan2x+tan3x=tanxtan2xtan3x ,x in [0,pi]